Euclidean plan

In Euclidean geometry, the Euclidean plan is defined like produces it Cartesian of two whole of real numbers, that is to say $\backslash \; R\; \backslash \; times\; \backslash \; R=\; \backslash \; \{(X,\; there)|X\; \backslash ,\; in\; \backslash ,\; \backslash \; R\; \backslash ,\; and\; \backslash ,\; there\; \backslash ,\; in\; \backslash ,\; \backslash \; R\; \backslash \}$. This plan as of time is compared to $\backslash \; mathbb\; \{C\}$ the complex plan. This plan is represented by two orthogonal vectors of standard given whose origin will be used as reference mark. It is used for the chart of plane curves.

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